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pro vyhledávání: '"Abe, Tomoyuki"'
Autor:
Abe, Tomoyuki
Let $G$ be a finite group and $A$ be a regular local ring on which $G$ acts. Under certain assumptions on $A$ and the action, Serre defined a function $a_G\colon G\rightarrow\mathbb{Z}$ which can be viewed as a higher dimensional analogue of Artin ch
Externí odkaz:
http://arxiv.org/abs/2405.19601
Autor:
Abe, Tomoyuki, Lazda, Christopher
The goal of this article is to prove a comparison theorem between rigid cohomology and cohomology computed using the theory of arithmetic $\mathscr{D}$-modules. To do this, we construct a specialisation functor from Le Stum's category of constructibl
Externí odkaz:
http://arxiv.org/abs/2208.10137
Autor:
Abe, Tomoyuki
This is the second part of the paper which proves the compatibility of pushforward along a proper morphism of an \'{e}tale constructible sheaf and the pushforward of its characteristic cycle up to $p$-torsion. In this second part, we show a result wh
Externí odkaz:
http://arxiv.org/abs/2206.02402
Autor:
Abe, Tomoyuki, Crew, Richard
In this paper, we show the non-existence of finitely generated integral $p$-adic cohomology which satisfies finite \'etale descent and the associated rational cohomology coincides with rigid cohomology.
Externí odkaz:
http://arxiv.org/abs/2108.07608
Autor:
Abe, Tomoyuki
Publikováno v:
Ãpijournal de Géométrie Algébrique, Volume 7 (March 19, 2023) epiga:9742
The goal of this paper is to construct trace maps for the six functor formalism of motivic cohomology after Voevodsky, Ayoub, and Cisinski-D\'{e}glise. We also construct an $\infty$-enhancement of such a trace formalism. In the course of the $\infty$
Externí odkaz:
http://arxiv.org/abs/2108.07459
Autor:
Abe, Tomoyuki, Lazda, Christopher
We construct proper pushforwards for partially proper morphisms of analytic adic spaces. This generalises the theory due to van der Put in the case of rigid analytic varieties over a non-Archimedean field. For morphisms which are smooth and partially
Externí odkaz:
http://arxiv.org/abs/2009.05433
Autor:
Abe, Tomoyuki
Bivariant theory is a unified framework for cohomology and Borel-Moore homology theories. In this paper, we extract an $\infty$-enhanced bivariant homology theory from Gaitsgory-Rozenblyum's six functor formalism.
Externí odkaz:
http://arxiv.org/abs/2008.01948
Akademický článek
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Akademický článek
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Autor:
Abe, Tomoyuki, Abu Hilal, Moh'd, Achalandabaso Boira, Maria del Mar, Adham, Mustapha, Adam, Mohamed, Ahmad, Maryam, Al-Sarireh, Bilal, Albiol, Maite, Alhaboob, Nassir, Alseidi, Adnan, Ammar, Houssem, Anand, Akshay, Andersson, Bodil, Antonakis, Pantelis, Araya, Veronica, Ashley, Stanley W., Atanasov, Georgi, Ausania, Fabio, Balestri, Ricardo, Banerjee, Abhirup, Banerjee, Sudeep, Banting, Simon, Barauskas, Giedrius, Bartsch, Fabian, Belli, Andrea, Beretta, Simona, Berrevoet, Frederik, Bhandari, Ramesh Singh, Blanco Fernandez, Gerardo, Bolm, Louisa, Bonal, Mathieu, Bozkurt, Emre, Braat, Andries E., Bradshaw, Luke, Bramis, Konstantinos, Branes, Alejandro, Burdine, Lyle, Byrne, Matthew, Caceres, Maria, Castro Santiago, Maria Jesus, Chan, Benjamin, Chong, Lynn, Çoker, Ahmet, Conde Rodriguez, Maria, Croagh, Daniel, Crutchley, Alyn, Cutolo, Carmen, D'Hondt, Mathieu, D'Souza, Daniel, Daams, Freek, Dalla Valle, Raffaele, Davide, José, de Bellis, Mario, de Boer, Marieke, de Meyere, Celine, de Reuver, Philip, Dixon, Matthew, Dorovinis, Panagiotis, Echeverría Bauer, Gabriela, Eduarda, Maria, Eker, Hasan, Erdmann, Joris, Erkan, Mert, Felekouras, Evangelos, Felli, Emanuele, Fernandes, Eduardo, Figueroa Rivera, Eduardo, Fulop, Andras, Galun, Daniel, Gerhards, Michael, Ghorbani, Poya, Giannone, Fabio, Gil, Luis, Giorgakis, Emmanouil, Giuffrida, Mario, Giuliante, Felice, Gkekas, Ioannis, Gomez Bravo, Miguel, Groot Koerkamp, Bas, Guevara, Oscar, Guglielmi, Alfredo, Gulla, Aiste, Gupta, Rahul, Gupta, Amit, Gutiérrez, Marta, Hafeez Bhatti, Abu Bakar, Hagendoorn, Jeroen, Hajee, Zain, Hakeem, Abdul Rahman, Hamid, Hytham, Hassen, Sayed, Heinrich, Stefan, Higuchi, Ryota, Hoffman, Daniel, Holroyd, David, Hughes, Daniel, Ivanecz, Arpad, Iype, Satheesh, Jaen Torrejimeno, Isabel, Joglekar, Shantanu, Jones, Robert, Kaczirek, Klaus, Kanhere, Harsh, Kausar, Ambareen, Kee, Zhanyi, Keilson, Jessica, Kleef, Jorg, Klose, Johannes, Knowles, Brett, Koong, Jun Kit, Kumar, Nagappan, Kunnuru, Supreeth, Lakhey, Paleswan Joshi, Laurenzi, Andrea, Lee, Yeong Sing, Leon, Felipe, Leow, Voon Meng, Lequeu, Jean-Baptiste, Lesurtel, Mickael, Lo, Elisabeth, Löb, Stefan, Lockie, Elizabeth, Lodge, Peter, López Garnica, Dolores, Lopez Lopez, Victor, Lundgren, Linda, Machairas, Nikolaos, Maharjan, Dhiresh, Malde, Deep, Martel, Guillaume, Martin, Julie, Mazzola, Michele, Mehrabi, Arianeb, Memeo, Ricardo, Milana, Flavio, Molina, George, Monette, Leah, Morgul, Haluk, Moris, Dimitrios, Morsi-Yeroyannis, Antonios, Mowbray, Nicholas, Mulita, Francesk, Muttillo, Edoardo Maria, Nandasena, Malith, Nashidengo, Pueya Rashid, Nickkholgh, Arash, Noel, Colin Byron, Ohtsuka, Masayuki, Ozolins, Arturs, Pandanaboyana, Sanjay, Pararas, Nikolaos, Parente, Alessandro, Peng, June, Perfecto Valero, Arkaitz, Perinel, Julie, Perivoliotis, Konstatinos, Perra, Teresa, Pessaux, Patrick, Petruch, Natalie, Piccolo, Gaetano, Piros, Laszlo, Porcu, Alberto, Prabakaran, Viswakumar, Prasad, Raj, Prieto Calvo, Mikel, Primavesi, Florian, Pueyo Periz, Eva Maria, Quaglia, Alberto, Ramia Angel, Jose M., Rammohan, Ashwin, Razionale, Francesco, Robles Campos, Ricardo, Roy, Manas, Rozwadowski, Sophie, Ruffolo, Luis, Ruiz, Natalia, Ruzzenante, Andrea, Saadat, Lily, Said, Mohamed Amine, Saladino, Edoardo, Saliba, Gabriel, Sandstrom, Per, Schena, Carlo Alberto, Scholer, Anthony, Schwarz, Christoph, Serafini, Lorenzo, Serrano, Pablo E., Sharma, Deepak, Sheen, Aali, Siddagangaiah, Vishwanath, Silva, Michael, Singh, Saurabh, Siriwardena, Ajith, Skalski, Michal, Smig, Mante, Soliman, Faris, Sonkar, Abhinav Arun, Sousa Silva, Donzília, Sparrelid, Ernesto, Srinivasan, Parthi, Sternby Eilard, Malin, Strobel, Oliver, Stupan, Urban, Suarez-Munoz, Miguel Angel, Subramaniam, Manisekar, Sugiura, Teiichi, Sutcliffe, Robert, Swank, Hilko, Taylor, Lillian, Thapa, Prabin Bikram, The, Catherine, Thepbunchonchai, Asara, Thieu, Caman, Tiwari, Navneet, Torzilli, Guido, Tovikkai, Chutwichai, Trotovsek, Blaz, Tsaramanidis, Savvas, Tsoulfas, Georgios, Uesaka, Katsuhiko, Umar, Garzali, Urbani, Lucio, Vailas, Michail, van Dam, Ronald, van de Boezem, Peter, van Laarhoven, Stijn, Vanagas, Tomas, Van Dooren, Mike, Viennet, Manon, Vigano, Luca, Vijayashanker, Aarathi, Villodre, Celia, Wakai, Toshifumi, Workneh, Aklile, Xu, Li, Yamamoto, Masakazu, Yang, Zhiying, Young, Robert, Zivanovic, Marko, Balakrishnan, Anita, Barmpounakis, Petros, Demiris, Nikolaos, Jah, Asif, Spiers, Harry V.M., Talukder, Shibojit, Martin, Jack L., Gibbs, Paul, Harper, Simon J.F., Huguet, Emmanuel L., Kosmoliaptsis, Vasilis, Liau, Siong S., Praseedom, Raaj K., Basu, Bristi, de Aretxabala, Xavier, Lendoire, Javier, Maithel, Shishir, Serrablo, Alejandro, Adsay, Volkan
Publikováno v:
In eClinicalMedicine May 2023 59